X-Git-Url: http://gitweb.michael.orlitzky.com/?p=octave.git;a=blobdiff_plain;f=forward_euler1.m;h=2c1fb22b85d174a512749908e8c1a0e45e4fcd2a;hp=3e1061d48340b1b3db9c4c4c45c1ced56528b82e;hb=b12c6c2a4bf4cef29b2e08b743c92889505c7ed9;hpb=e1b71b4ca7cfa08ac76744a17a3778d4ccfaa7e2

diff --git a/forward_euler1.m b/forward_euler1.m
index 3e1061d..2c1fb22 100644
--- a/forward_euler1.m
+++ b/forward_euler1.m
@@ -1,20 +1,20 @@
 function y = forward_euler1(x0, y0, f, h)
-  ## Compute one iteration of the forward Euler method.
-  ##
-  ## INPUT:
-  ##
-  ##   * ``x0`` - The initial x-coordinate.
-  ##
-  ##   * ``y0`` - The initial value y(x0).
-  ##
-  ##   * ``f`` - The function y' = f(x,y) of two variables.
-  ##
-  ##   * ``h`` - The step size.
-  ##
-  ## OUTPUT:
-  ##
-  ## The approximate value of y(x) at x = x0+h.
-  ##
+  % Compute one iteration of the forward Euler method.
+  %
+  % INPUT:
+  %
+  %   * ``x0`` - The initial x-coordinate.
+  %
+  %   * ``y0`` - The initial value y(x0).
+  %
+  %   * ``f`` - The function y' = f(x,y) of two variables.
+  %
+  %   * ``h`` - The step size.
+  %
+  % OUTPUT:
+  %
+  % The approximate value of y(x) at x = x0+h.
+  %
   y_prime = f(x0,y0);
   y = y0 +  h * y_prime;
 end